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- Title
Reichenbachian Common Cause Systems Revisited.
- Authors
Mazzola, Claudio
- Abstract
According to Reichenbach's principle of common cause, positive statistical correlations for which no straightforward causal explanation is available should be explained by invoking the action of a hidden conjunctive common cause. Hofer-Szabó and Rédei's notion of a Reichenbachian common cause system is meant to generalize Reichenbach's conjunctive fork model to fit those cases in which two or more common causes cooperate in order to produce a positive statistical correlation. Such a generalization is proved to be unsatisfactory in the light of a probabilistic conception of causation. Accordingly, an alternative model for systems of multiple common causes is offered, which is capable of emulating the explanatory efficacy of Reichenbachian common cause systems, while overcoming their major conceptual shortcomings at the same time.
- Subjects
CAUSAL models; GENERALIZED spaces; GENERAL relativity (Physics); WAVE-particle duality; MOMENTUM wave function; DISTRIBUTION (Probability theory); PATH analysis (Statistics)
- Publication
Foundations of Physics, 2012, Vol 42, Issue 4, p512
- ISSN
0015-9018
- Publication type
Article
- DOI
10.1007/s10701-011-9622-8